Linear Algebra - Alagai Augusten

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1.1 Vector Addition
Alagai Augusten
00:04:43
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1.1 Multiplying a Vector by a Scalar
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1.1 Vector Subtraction
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1.1 Length of a 3-Dimensional Vector
Alagai Augusten
00:07:56
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1.1 Definition of R^n
Alagai Augusten
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1.1 Length of a Vector
Alagai Augusten
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1.2 Algebraic Properties of Vectors
Alagai Augusten
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1.3 Definition of the Dot Product
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1.3 Dot Product - Angle Between Two Vectors
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1.3 Orthogonal Vectors
Alagai Augusten
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Welcome to Algebra
Alagai Augusten
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1.3 Subtraction (How to make it behave)
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1.3 Multiplying Fractions
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1.3 Cancelling Fractions
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How to expand a pair of brackets
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Factorising Algebraic Expressions
Alagai Augusten
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Expanding Two Brackets
Alagai Augusten
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Factorising Expressions with Powers
Alagai Augusten
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Length of a Vector in 2 Dimensions (examples)

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Alagai Augusten
Alagai Augusten
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http://www.rootmath.org | Linear Algebra

To find the length of a vector we simply use the Pythagorean Theorem. The components of a vector form the base and height of a right triangle. The length of the vector is simply they hypotenuse of that triangle.

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